| 1. | Similarly, there exists a correlation diagram for a disrotatory mechanism.
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| 2. | This agrees with the result derived in the correlation diagrams above.
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| 3. | This is made precise in the state correlation diagram below.
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| 4. | This is the same conclusion reached with correlation diagrams in the section above.
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| 5. | Correlation diagrams can then be used to predict the height of transition state barriers.
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| 6. | The Woodward Hoffmann rules can also explain bimolecular cycloaddition reactions through correlation diagram analysis.
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| 7. | Walsh correlation diagrams can also be used to predict relative molecular orbital energy levels.
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| 8. | Using correlation diagrams one can derive selection rules for the following generalized classes of pericyclic reactions.
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| 9. | The Woodward Hoffmann rules can also be derived by examining the correlation diagram of a given reaction.
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| 10. | A state correlation diagram correlates the overall symmetry of electronic states in the starting material and product.
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